the two right angles are congruent
PS ≅ PS
QS ≅ PS
Now use SAS
Given: S is the midpoint of QR, QR ⊥PS and RSP and QSP are right angles
Prove: PR is congruent to PQ
I just need help starting it. Would I chop it up? For example
S is the midpoint of QR / Given
QS = SR / definition of mid point
PS = PS/ reflexive property
Then put in the perpendicular or right angles?
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